Applications of Functions (VCE SSCE Mathematical Methods): Flashcards

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Applications of Functions
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Piecewise function

Function with different rules over different intervals

Domain in applications

Values that make physical sense in context

Geometric dimension constraint

All dimensions must be non-negative

Similar triangles property

Corresponding sides are in proportion

Box volume formula

V=(length)(width)(height)V = (\text{length})(\text{width})(\text{height})

Domain w/ multiple constraints

Most restrictive bound satisfying all conditions

Rectangle area

A=length×widthA = \text{length} \times \text{width}

Source of domain limits in applications

Physical constraints of real-world context

Writing piecewise functions requirement

Define intervals using inequality notation

Finding height in right triangle

h=(hypotenuse)2(base)2h = \sqrt{(\text{hypotenuse})^2 - (\text{base})^2}

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